{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## TensorFlow2官方图像教程：\n",
    "### 1、卷积神经网络（Convolutional Neural Network, CNN）\n",
    "https://www.tensorflow.org/tutorials/images/cnn"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 目录\n",
    "* 导入`TensorFlow`\n",
    "* 下载并准备CIFAR10数据集\n",
    "* 验证数据\n",
    "* 构造卷积神经网络模型\n",
    "* 增加Dense层\n",
    "* 编译并训练模型\n",
    "* 评估模型"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 浅层卷积神经网络进行cifar-10数据集的识别"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 1、读取数据（离线数据读取函数的重写）"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "import tensorflow as tf\n",
    "from tensorflow.keras import datasets, layers, models\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "import pickle\n",
    "\n",
    "# 将官网下载的tar.gz文件解压放在当前目录下\n",
    "def load_data(path=\"./datasets/cifar-10-batches-py/\"):\n",
    "    x_train = np.empty((50000, 32, 32, 3), dtype='uint8')\n",
    "    y_train = np.empty((50000,), dtype='uint8') # (n,)表示秩为1的数组\n",
    "    x_test = np.empty((10000, 32, 32, 3), dtype='uint8')\n",
    "    y_test = np.empty((10000,), dtype='uint8')\n",
    "    for i in range(1, 6):\n",
    "        path_num = path + \"data_batch_\" + str(i)\n",
    "        f = open(path_num, 'rb')\n",
    "        datadict = pickle.load(f, encoding='bytes')\n",
    "        x_train[(i - 1) * 10000:i * 10000, :, :, :] = datadict[b'data'].reshape(10000, 3, 32, 32).transpose(0, 2, 3, 1)\n",
    "        y_train[(i - 1) * 10000:i * 10000] = datadict[b'labels']\n",
    "    f = open(path + \"test_batch\", 'rb')\n",
    "    datadict = pickle.load(f, encoding='bytes')\n",
    "    x_test[0:10000, :, :, :] = datadict[b'data'].reshape(10000, 3, 32, 32).transpose(0, 2, 3, 1)\n",
    "    y_test[0:10000] = datadict[b'labels']\n",
    "    return (x_train, y_train), (x_test, y_test)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 2、读取图片数据"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 获取图片数据\n",
    "(train_images, train_labels), (test_images, test_labels) = load_data()\n",
    "\n",
    "# 将像素的值标准化至0到1的区间内。\n",
    "train_images, test_images = train_images / 255.0, test_images / 255.0"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 3、查看数据基本信息"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "-----train_images-shape-----\n",
      " (50000, 32, 32, 3)\n",
      "-----train_labels-shape-----\n",
      " (50000,)\n",
      "-----test_images-shape-----\n",
      " (10000, 32, 32, 3)\n",
      "-----test_labels-shape-----\n",
      " (10000,)\n"
     ]
    }
   ],
   "source": [
    "# 显示数据集shape\n",
    "print(\"-----train_images-shape-----\\n\",train_images.shape)\n",
    "print(\"-----train_labels-shape-----\\n\",train_labels.shape)\n",
    "print(\"-----test_images-shape-----\\n\",test_images.shape)\n",
    "print(\"-----test_labels-shape-----\\n\",test_labels.shape)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 4、数据的展示"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x720 with 25 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# cifar10的标签类别\n",
    "class_names = ['airplane', 'automobile', 'bird', 'cat', 'deer',\n",
    "               'dog', 'frog', 'horse', 'ship', 'truck']\n",
    "\n",
    "plt.figure(figsize=(10,10)) # 设置图片的尺寸\n",
    "for i in range(25): # 展示25张图片\n",
    "    plt.subplot(5,5,i+1)\n",
    "    plt.xticks([])\n",
    "    plt.yticks([])\n",
    "    plt.grid(False)\n",
    "    plt.imshow(train_images[i], cmap=plt.cm.binary)\n",
    "    # 由于 CIFAR 的标签是 array， \n",
    "    # 因此您需要额外的索引（index）。\n",
    "    plt.xlabel(class_names[train_labels[i]])\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 5、构建模型"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "model = models.Sequential() # 模型的线性堆叠\n",
    "model.add(layers.Conv2D(32, (3, 3), activation='relu', input_shape=(32, 32, 3)))\n",
    "model.add(layers.MaxPooling2D((2, 2)))\n",
    "model.add(layers.Conv2D(64, (3, 3), activation='relu'))\n",
    "model.add(layers.MaxPooling2D((2, 2)))\n",
    "model.add(layers.Conv2D(64, (3, 3), activation='relu'))\n",
    "model.add(layers.Flatten())\n",
    "model.add(layers.Dense(64, activation='relu'))\n",
    "model.add(layers.Dense(10))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 6、查看模型信息"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Model: \"sequential\"\n",
      "_________________________________________________________________\n",
      "Layer (type)                 Output Shape              Param #   \n",
      "=================================================================\n",
      "conv2d (Conv2D)              (None, 30, 30, 32)        896       \n",
      "_________________________________________________________________\n",
      "max_pooling2d (MaxPooling2D) (None, 15, 15, 32)        0         \n",
      "_________________________________________________________________\n",
      "conv2d_1 (Conv2D)            (None, 13, 13, 64)        18496     \n",
      "_________________________________________________________________\n",
      "max_pooling2d_1 (MaxPooling2 (None, 6, 6, 64)          0         \n",
      "_________________________________________________________________\n",
      "conv2d_2 (Conv2D)            (None, 4, 4, 64)          36928     \n",
      "_________________________________________________________________\n",
      "flatten (Flatten)            (None, 1024)              0         \n",
      "_________________________________________________________________\n",
      "dense (Dense)                (None, 64)                65600     \n",
      "_________________________________________________________________\n",
      "dense_1 (Dense)              (None, 10)                650       \n",
      "=================================================================\n",
      "Total params: 122,570\n",
      "Trainable params: 122,570\n",
      "Non-trainable params: 0\n",
      "_________________________________________________________________\n"
     ]
    }
   ],
   "source": [
    "model.summary()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 7、模型编译和训练"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Epoch 1/10\n",
      "1563/1563 [==============================] - 36s 23ms/step - accuracy: 0.4460 - loss: 1.5197 - val_accuracy: 0.5642 - val_loss: 1.2169\n",
      "Epoch 2/10\n",
      "1563/1563 [==============================] - 34s 22ms/step - accuracy: 0.5842 - loss: 1.1726 - val_accuracy: 0.6000 - val_loss: 1.1256\n",
      "Epoch 3/10\n",
      "1563/1563 [==============================] - 34s 21ms/step - accuracy: 0.6334 - loss: 1.0390 - val_accuracy: 0.6268 - val_loss: 1.0546\n",
      "Epoch 4/10\n",
      "1563/1563 [==============================] - 35s 23ms/step - accuracy: 0.6679 - loss: 0.9449 - val_accuracy: 0.6577 - val_loss: 0.9899\n",
      "Epoch 5/10\n",
      "1563/1563 [==============================] - 38s 25ms/step - accuracy: 0.6972 - loss: 0.8680 - val_accuracy: 0.6762 - val_loss: 0.9240\n",
      "Epoch 6/10\n",
      "1563/1563 [==============================] - 39s 25ms/step - accuracy: 0.7186 - loss: 0.8071 - val_accuracy: 0.6868 - val_loss: 0.9043\n",
      "Epoch 7/10\n",
      "1563/1563 [==============================] - 39s 25ms/step - accuracy: 0.7349 - loss: 0.7589 - val_accuracy: 0.6862 - val_loss: 0.9154\n",
      "Epoch 8/10\n",
      "1563/1563 [==============================] - 39s 25ms/step - accuracy: 0.7473 - loss: 0.7146 - val_accuracy: 0.6897 - val_loss: 0.8939\n",
      "Epoch 9/10\n",
      "1563/1563 [==============================] - 39s 25ms/step - accuracy: 0.7645 - loss: 0.6715 - val_accuracy: 0.6995 - val_loss: 0.9052\n",
      "Epoch 10/10\n",
      "1563/1563 [==============================] - 40s 26ms/step - accuracy: 0.7765 - loss: 0.6337 - val_accuracy: 0.6916 - val_loss: 0.9019\n"
     ]
    }
   ],
   "source": [
    "# 模型的编译\n",
    "model.compile(optimizer='adam', # 优化器\n",
    "              # 损失函数\n",
    "              loss=tf.keras.losses.SparseCategoricalCrossentropy(from_logits=True),\n",
    "              metrics=['accuracy'])\n",
    "\n",
    "# 训练模型\n",
    "history = model.fit(train_images, train_labels, epochs=10, \n",
    "                    validation_data=(test_images, test_labels))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 8、评估模型"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "313/313 - 2s - accuracy: 0.6916 - loss: 0.9019\n"
     ]
    }
   ],
   "source": [
    "plt.plot(history.history['accuracy'], label='accuracy')\n",
    "plt.plot(history.history['val_accuracy'], label = 'val_accuracy')\n",
    "plt.xlabel('Epoch')\n",
    "plt.ylabel('Accuracy')\n",
    "plt.ylim([0.5, 1])\n",
    "plt.legend(loc='lower right')\n",
    "plt.show()\n",
    "\n",
    "# 显示测试集的准确率和loss\n",
    "test_loss, test_acc = model.evaluate(test_images,  test_labels, verbose=2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[0 1 2 3 4 5 6 7 8 9]\n",
      "(10,)\n"
     ]
    }
   ],
   "source": [
    "# test code\n",
    "x = np.arange(10).reshape(10,)\n",
    "print(x)\n",
    "l = [i for i in range(10)]\n",
    "print(np.array(l).shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
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